Compact, energy-efficient ultrasound imaging probes using cmut arrays with integrated electronics
a technology of ultrasound imaging and integrated electronics, which is applied in the field of ultrasound imaging probes, can solve the problems of limiting the maneuverability of the catheter, only offering side-looking capabilities, and unable to generate images of the volume in front of the catheter, so as to improve the imaging effect, and reduce the sample time
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example 1
[0064]An example of the type of arrays that can be built using the CMUT technology is schematically shown in FIG. 12a. As shown, five annular rings 1205 can be formed with regular periodicity on a donut shaped silicon region 1200. This configuration is practical for an IVUS probe with a center opening 1210 for a guide wire or intervention tools, for example. Since it would be difficult, if not impossible, to both implement the front end electronics required for a phased array on this silicon chip 1200 and to provide the number of required external electrical connections to take full advantage of all the Tx and Rx elements 1215, in a preferred embodiment, synthetic array processing can be used.
[0065]Numerical modeling tools based on diffraction calculations or available software programs like FIELD-H can be used to evaluate the beam pattern quality and the PSF for a given firing set. In addition, co-array concepts such as those described in Hoctor can be used to obtain non-redundant ...
example 2
[0069]To test the imaging performance of the optimized array configurations with dual circular and hexagonal ring arrays, custom numerical simulations can be performed assuming a dual-ring array of 64 Tx and 58 Rx elements. The diameters of the Tx and Rx arrays of the dual-ring array are assumed to be 1200 μm and 1080 μm, respectively. In this case, a hexagonal dual-ring array with 12, 7-element Rx subarrays and 28 Tx subarrays was used. The dual-ring circular array has 64 Tx and 58 Rx elements.
[0070]The effectiveness of the coarray patterns of 256 and 512 firings can be compared to a full set coarray of the corresponding array configurations, i.e., 3712 firing combinations (64×58=3712). Uniformly sampled coarrays can be obtained using a nearest neighbor technique and the coarrays can be optimized using simulated annealing, as discussed above. In this example, 400 iterations and 4000 perturbations can be used to obtain an optimized set. To obtain a circularly symmetric coarray and P...
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